Chaotic Attractors

In the realm of mathematical dynamical systems, an [attractor](https://en.wikipedia.org/wiki/Attractor) denotes a collection of states that a system inclines to approach, regardless of a diverse range of initial conditions within the system. When system values draw near to the values of the attractor, they maintain this proximity even when subjected to minor perturbations.

#### Proposed Solution:
- Implement a selection of well-known chaotic attractors such as the Lorenz attractor, or the Hénon map, etc.
- Provide a user-friendly interface to customize initial conditions and parameters of the attractors.
- Allow users to visualize the attractors in 2D or 3D spaces, with options such as to zoom and rotate.
- Implement trails visualize the trajectories of the attractors.

#### Visual Representation: